The asymptotic complexity exponent of the RLPN decoder based on [1]} is given by
\(\alpha _{\text{BJMM}}(R) = \min _{(\sigma ,\nu _1,\nu _2,\lambda ,\lambda _1,\lambda _2,\pi _1,\pi _2,\omega _1,\omega _2) \in {{R}}} \beta (\sigma ,\nu _1,\nu _2,\lambda ,\lambda _1,\lambda _2,\pi _1,\pi _2,\omega _1,\omega _2)\) 
